| Product Number | 3H30-7-Y1 |
| Synonyms | [5-(Trifluoromethyl)pyridin-3-yl]methylamine dihydrochloride; 5-(Aminomethyl)-alpha,alpha,alpha-trifluoro-3-picoline |
| Purity | 95 % |
| CAS | 1020747-92-5 |
| MDL Number | MFCD16988625 |
| Molecular Formula | C7H9Cl2F3N2 |
| Molecular Weight | 249.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-7-Y1
CAS: 1020747-92-5
Molecule Weight: 249.06
Formula: C7H9Cl2F3N2
PN: 3H32-3-Z5
CAS: 20857-47-0
Molecule Weight: 215.098
Formula: C7H3F6N
![[3,5-Bis(trifluoromethyl)pyridin-4-yl]methanamine](data:image/png;base64,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)
PN: 3H30-3-58
CAS: 1204234-61-6
Molecule Weight: 244.14
Formula: C8H6F6N2
Melting Point: 210 ℃
TSCA: Not listed on TSCA inventory